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# Title: [Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica (shelfmark Leibn. Marg. 101)
# Folio 202, page id 845634801:0208
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32
Soltua abl
DE N V M E R OS A
primi.
cus primum.
A latere secundo in eriplum quadratun
A lateris secundi quadrato in triplum la
ateris secundi.
Summa ablatitiorum.
Solida additiria
Summa addiritiorum.
Excessus ablaririorum, aequalisre
resolvendo adfecto cubo.
Traque s L C 7 9, aequetur 24, 58O. fit LN27. Ex retrograda, quae omnino observata cert
tur, compositionis via.
Incerdum accidirur coefticiens longirudo pluribus abunder simplicibus Rouris, quam
cubus negate adfectus lubquadrato, cernis. Ouod aroumentum est lolidum rdAciens
inajus esse relolvendo adfecto negare cub0. Vocetur autem cubus aceptralus. Traque uE
relolurioni sic locus, praeponerur murilo cubo ea numeralium circulorum mulcicudo, ut
cor puncta cubica possinr ei praetioi, quoc simplices Aoura longirudini coethcienci. Ec
prima coefficientis longiudinis fgura, pergendo a laeva ad dexrram consticuetur (i caere-
ra consentiane, Cin minus tigura proxime major, lacus singulare primum iplius resolven-
di cubinesare adfecti lub quadraco, non immurara exereroquin expolica antecedente
mechodo, ur in quaectione,
PEOPONAEUT LC = 10 G, aequari 288. Ouaritur quanra (ic L N, laculve propolici ad
fecti cubi.
F.(F 288 cubus multarus Colido sub quadraro e coéfticienre longirudine r0. Majus cl
aurem olidum 10O Colido 288: quoniam coefficiens lonsicudo constar simplicibus H-
suris duabus, Colidum vero 288, uno cubico puncto. ltaque solido 288 relolvendo pra-
Ponecur numeralis circulus, ex runc demum sua coefhcienti sedes addicetur, cujus pri-
ma teura, s cxecera consenciane, Cn minus, proxime major adlumctur ad lacus primum
mucili cubi. Vein paradiomare.
Paradiema cum solidum majus est cubo.
I Eductio laceris lingularis primi.
Coessiciens congirudo
Cubus resolvendus acephalit
(ablarisium
oa pdstaphareticat
addicicium
Excessit
Reliquum restituri murili Hb
tem lonennuntem.
A latere secundo in planum explesio.
A laceris secundi quadraro in coefficien
in
subquadratita.
A laceris primi quadraso in coesse
loneicudinem.
N
TI. Fdu